vector quantity การใช้

• Dipoles can be characterized by their dipole moment, a vector quantity.
• In terms of ordinary scalar and vector quantities ( not operators ):
• Acceleration is a vector quantity and is calculated using time.
• Some extreme microlensing events can only constrain one component of these vector quantities.
• Light has momentum which is the inherent vector quantity.
• This gives what I regard as a very important distinction among vector quantities.
• The chater of combining forces in FORCE AS A VECTOR QUANTITY comes much later.
• The symbols in boldface denote vector quantities.
• It is a vector quantity, and its direction is along the direction of force.
• Velocities are directly additive as vector quantities; they must be dealt with using vector analysis.
• These vector quantities point in the direction of the relative motion of the lens with respect to the source.
• Remember, momentum is a vector quantity and if you add up those vectors the result doesn't change.
• First it is related to the 4-current "'J "', a vector quantity given by
• A torque caused by a force \ scriptstyle \ vec F is a vector quantity defined with respect to some reference point:
• For transport phenomena, flux is a vector quantity, describing the magnitude and direction of the flow of a substance or property.
• Like linear momentum, angular momentum is vector quantity, and its conservation implies that the direction of the spin axis tends to remain unchanged.
• :Wavenumber, " k ", is the spatial frequency analogue of angular temporal frequency and is measured in radians per vector quantity.
• A dipole is characterized by its dipole moment, a vector quantity shown in the figure as the blue arrow labeled " M ".
• This is because dipole moments are euclidean vector quantities with magnitude and direction, and a two equal vectors who oppose each other will cancel out.
• Average velocity is a vector quantity and is net displacement divided by time, and can be zero if you return to the start ."